327 - UTF-8-Zeichentabelle mit allen Unicode-Zeichen mit der jeweiligen numerischen dezimalen HTML-Darstellung und der Darstellung im Quelltext des Internet Explorer 6 - Forumtreff

Beitrag 327 von **UFO-Peter** » 01.03.2009, 19:32


U+2D000	𭀀	184320	ð€€
U+2D001	𭀁	184321	ð€
U+2D002	𭀂	184322	ð€‚
U+2D003	𭀃	184323	ð€ƒ
U+2D004	𭀄	184324	ð€„
U+2D005	𭀅	184325	ð€…
U+2D006	𭀆	184326	ð€†
U+2D007	𭀇	184327	ð€‡
U+2D008	𭀈	184328	ð€ˆ
U+2D009	𭀉	184329	ð€‰
U+2D00A	𭀊	184330	ð€Š
U+2D00B	𭀋	184331	ð€‹
U+2D00C	𭀌	184332	ð€Œ
U+2D00D	𭀍	184333	ð€
U+2D00E	𭀎	184334	ð€Ž
U+2D00F	𭀏	184335	ð€
U+2D010	𭀐	184336	ð€
U+2D011	𭀑	184337	ð€‘
U+2D012	𭀒	184338	ð€’
U+2D013	𭀓	184339	ð€“
U+2D014	𭀔	184340	ð€”
U+2D015	𭀕	184341	ð€•
U+2D016	𭀖	184342	ð€–
U+2D017	𭀗	184343	ð€—
U+2D018	𭀘	184344	ð€˜
U+2D019	𭀙	184345	ð€™
U+2D01A	𭀚	184346	ð€š
U+2D01B	𭀛	184347	ð€›
U+2D01C	𭀜	184348	ð€œ
U+2D01D	𭀝	184349	ð€
U+2D01E	𭀞	184350	ð€ž
U+2D01F	𭀟	184351	ð€Ÿ
U+2D020	𭀠	184352	ð€
U+2D021	𭀡	184353	ð€¡
U+2D022	𭀢	184354	ð€¢
U+2D023	𭀣	184355	ð€£
U+2D024	𭀤	184356	ð€¤
U+2D025	𭀥	184357	ð€¥
U+2D026	𭀦	184358	ð€¦
U+2D027	𭀧	184359	ð€§
U+2D028	𭀨	184360	ð€¨
U+2D029	𭀩	184361	ð€©
U+2D02A	𭀪	184362	ð€ª
U+2D02B	𭀫	184363	ð€«
U+2D02C	𭀬	184364	ð€¬
U+2D02D	𭀭	184365	ð€
U+2D02E	𭀮	184366	ð€®
U+2D02F	𭀯	184367	ð€¯
U+2D030	𭀰	184368	ð€°
U+2D031	𭀱	184369	ð€±
U+2D032	𭀲	184370	ð€²
U+2D033	𭀳	184371	ð€³
U+2D034	𭀴	184372	ð€´
U+2D035	𭀵	184373	ð€µ
U+2D036	𭀶	184374	ð€¶
U+2D037	𭀷	184375	ð€·
U+2D038	𭀸	184376	ð€¸
U+2D039	𭀹	184377	ð€¹
U+2D03A	𭀺	184378	ð€º
U+2D03B	𭀻	184379	ð€»
U+2D03C	𭀼	184380	ð€¼
U+2D03D	𭀽	184381	ð€½
U+2D03E	𭀾	184382	ð€¾
U+2D03F	𭀿	184383	ð€¿
U+2D040	𭁀	184384	ð€
U+2D041	𭁁	184385	ð
U+2D042	𭁂	184386	ð‚
U+2D043	𭁃	184387	ðƒ
U+2D044	𭁄	184388	ð„
U+2D045	𭁅	184389	ð…
U+2D046	𭁆	184390	ð†
U+2D047	𭁇	184391	ð‡
U+2D048	𭁈	184392	ðˆ
U+2D049	𭁉	184393	ð‰
U+2D04A	𭁊	184394	ðŠ
U+2D04B	𭁋	184395	ð‹
U+2D04C	𭁌	184396	ðŒ
U+2D04D	𭁍	184397	ð
U+2D04E	𭁎	184398	ðŽ
U+2D04F	𭁏	184399	ð
U+2D050	𭁐	184400	ð
U+2D051	𭁑	184401	ð‘
U+2D052	𭁒	184402	ð’
U+2D053	𭁓	184403	ð“
U+2D054	𭁔	184404	ð”
U+2D055	𭁕	184405	ð•
U+2D056	𭁖	184406	ð–
U+2D057	𭁗	184407	ð—
U+2D058	𭁘	184408	ð˜
U+2D059	𭁙	184409	ð™
U+2D05A	𭁚	184410	ðš
U+2D05B	𭁛	184411	ð›
U+2D05C	𭁜	184412	ðœ
U+2D05D	𭁝	184413	ð
U+2D05E	𭁞	184414	ðž
U+2D05F	𭁟	184415	ðŸ
U+2D060	𭁠	184416	ð
U+2D061	𭁡	184417	ð¡
U+2D062	𭁢	184418	ð¢
U+2D063	𭁣	184419	ð£
U+2D064	𭁤	184420	ð¤
U+2D065	𭁥	184421	ð¥
U+2D066	𭁦	184422	ð¦
U+2D067	𭁧	184423	ð§
U+2D068	𭁨	184424	ð¨
U+2D069	𭁩	184425	ð©
U+2D06A	𭁪	184426	ðª
U+2D06B	𭁫	184427	ð«
U+2D06C	𭁬	184428	ð¬
U+2D06D	𭁭	184429	ð
U+2D06E	𭁮	184430	ð®
U+2D06F	𭁯	184431	ð¯
U+2D070	𭁰	184432	ð°
U+2D071	𭁱	184433	ð±
U+2D072	𭁲	184434	ð²
U+2D073	𭁳	184435	ð³
U+2D074	𭁴	184436	ð´
U+2D075	𭁵	184437	ðµ
U+2D076	𭁶	184438	ð¶
U+2D077	𭁷	184439	ð·
U+2D078	𭁸	184440	ð¸
U+2D079	𭁹	184441	ð¹
U+2D07A	𭁺	184442	ðº
U+2D07B	𭁻	184443	ð»
U+2D07C	𭁼	184444	ð¼
U+2D07D	𭁽	184445	ð½
U+2D07E	𭁾	184446	ð¾
U+2D07F	𭁿	184447	ð¿
U+2D080	𭂀	184448	ð‚€
U+2D081	𭂁	184449	ð‚
U+2D082	𭂂	184450	ð‚‚
U+2D083	𭂃	184451	ð‚ƒ
U+2D084	𭂄	184452	ð‚„
U+2D085	𭂅	184453	ð‚…
U+2D086	𭂆	184454	ð‚†
U+2D087	𭂇	184455	ð‚‡
U+2D088	𭂈	184456	ð‚ˆ
U+2D089	𭂉	184457	ð‚‰
U+2D08A	𭂊	184458	ð‚Š
U+2D08B	𭂋	184459	ð‚‹
U+2D08C	𭂌	184460	ð‚Œ
U+2D08D	𭂍	184461	ð‚
U+2D08E	𭂎	184462	ð‚Ž
U+2D08F	𭂏	184463	ð‚
U+2D090	𭂐	184464	ð‚
U+2D091	𭂑	184465	ð‚‘
U+2D092	𭂒	184466	ð‚’
U+2D093	𭂓	184467	ð‚“
U+2D094	𭂔	184468	ð‚”
U+2D095	𭂕	184469	ð‚•
U+2D096	𭂖	184470	ð‚–
U+2D097	𭂗	184471	ð‚—
U+2D098	𭂘	184472	ð‚˜
U+2D099	𭂙	184473	ð‚™
U+2D09A	𭂚	184474	ð‚š
U+2D09B	𭂛	184475	ð‚›
U+2D09C	𭂜	184476	ð‚œ
U+2D09D	𭂝	184477	ð‚
U+2D09E	𭂞	184478	ð‚ž
U+2D09F	𭂟	184479	ð‚Ÿ
U+2D0A0	𭂠	184480	ð‚
U+2D0A1	𭂡	184481	ð‚¡
U+2D0A2	𭂢	184482	ð‚¢
U+2D0A3	𭂣	184483	ð‚£
U+2D0A4	𭂤	184484	ð‚¤
U+2D0A5	𭂥	184485	ð‚¥
U+2D0A6	𭂦	184486	ð‚¦
U+2D0A7	𭂧	184487	ð‚§
U+2D0A8	𭂨	184488	ð‚¨
U+2D0A9	𭂩	184489	ð‚©
U+2D0AA	𭂪	184490	ð‚ª
U+2D0AB	𭂫	184491	ð‚«
U+2D0AC	𭂬	184492	ð‚¬
U+2D0AD	𭂭	184493	ð‚
U+2D0AE	𭂮	184494	ð‚®
U+2D0AF	𭂯	184495	ð‚¯
U+2D0B0	𭂰	184496	ð‚°
U+2D0B1	𭂱	184497	ð‚±
U+2D0B2	𭂲	184498	ð‚²
U+2D0B3	𭂳	184499	ð‚³
U+2D0B4	𭂴	184500	ð‚´
U+2D0B5	𭂵	184501	ð‚µ
U+2D0B6	𭂶	184502	ð‚¶
U+2D0B7	𭂷	184503	ð‚·
U+2D0B8	𭂸	184504	ð‚¸
U+2D0B9	𭂹	184505	ð‚¹
U+2D0BA	𭂺	184506	ð‚º
U+2D0BB	𭂻	184507	ð‚»
U+2D0BC	𭂼	184508	ð‚¼
U+2D0BD	𭂽	184509	ð‚½
U+2D0BE	𭂾	184510	ð‚¾
U+2D0BF	𭂿	184511	ð‚¿
U+2D0C0	𭃀	184512	ðƒ€
U+2D0C1	𭃁	184513	ðƒ
U+2D0C2	𭃂	184514	ðƒ‚
U+2D0C3	𭃃	184515	ðƒƒ
U+2D0C4	𭃄	184516	ðƒ„
U+2D0C5	𭃅	184517	ðƒ…
U+2D0C6	𭃆	184518	ðƒ†
U+2D0C7	𭃇	184519	ðƒ‡
U+2D0C8	𭃈	184520	ðƒˆ
U+2D0C9	𭃉	184521	ðƒ‰
U+2D0CA	𭃊	184522	ðƒŠ
U+2D0CB	𭃋	184523	ðƒ‹
U+2D0CC	𭃌	184524	ðƒŒ
U+2D0CD	𭃍	184525	ðƒ
U+2D0CE	𭃎	184526	ðƒŽ
U+2D0CF	𭃏	184527	ðƒ
U+2D0D0	𭃐	184528	ðƒ
U+2D0D1	𭃑	184529	ðƒ‘
U+2D0D2	𭃒	184530	ðƒ’
U+2D0D3	𭃓	184531	ðƒ“
U+2D0D4	𭃔	184532	ðƒ”
U+2D0D5	𭃕	184533	ðƒ•
U+2D0D6	𭃖	184534	ðƒ–
U+2D0D7	𭃗	184535	ðƒ—
U+2D0D8	𭃘	184536	ðƒ˜
U+2D0D9	𭃙	184537	ðƒ™
U+2D0DA	𭃚	184538	ðƒš
U+2D0DB	𭃛	184539	ðƒ›
U+2D0DC	𭃜	184540	ðƒœ
U+2D0DD	𭃝	184541	ðƒ
U+2D0DE	𭃞	184542	ðƒž
U+2D0DF	𭃟	184543	ðƒŸ
U+2D0E0	𭃠	184544	ðƒ
U+2D0E1	𭃡	184545	ðƒ¡
U+2D0E2	𭃢	184546	ðƒ¢
U+2D0E3	𭃣	184547	ðƒ£
U+2D0E4	𭃤	184548	ðƒ¤
U+2D0E5	𭃥	184549	ðƒ¥
U+2D0E6	𭃦	184550	ðƒ¦
U+2D0E7	𭃧	184551	ðƒ§
U+2D0E8	𭃨	184552	ðƒ¨
U+2D0E9	𭃩	184553	ðƒ©
U+2D0EA	𭃪	184554	ðƒª
U+2D0EB	𭃫	184555	ðƒ«
U+2D0EC	𭃬	184556	ðƒ¬
U+2D0ED	𭃭	184557	ðƒ
U+2D0EE	𭃮	184558	ðƒ®
U+2D0EF	𭃯	184559	ðƒ¯
U+2D0F0	𭃰	184560	ðƒ°
U+2D0F1	𭃱	184561	ðƒ±
U+2D0F2	𭃲	184562	ðƒ²
U+2D0F3	𭃳	184563	ðƒ³
U+2D0F4	𭃴	184564	ðƒ´
U+2D0F5	𭃵	184565	ðƒµ
U+2D0F6	𭃶	184566	ðƒ¶
U+2D0F7	𭃷	184567	ðƒ·
U+2D0F8	𭃸	184568	ðƒ¸
U+2D0F9	𭃹	184569	ðƒ¹
U+2D0FA	𭃺	184570	ðƒº
U+2D0FB	𭃻	184571	ðƒ»
U+2D0FC	𭃼	184572	ðƒ¼
U+2D0FD	𭃽	184573	ðƒ½
U+2D0FE	𭃾	184574	ðƒ¾
U+2D0FF	𭃿	184575	ðƒ¿


U+2D100	𭄀	184576	ð„€
U+2D101	𭄁	184577	ð„
U+2D102	𭄂	184578	ð„‚
U+2D103	𭄃	184579	ð„ƒ
U+2D104	𭄄	184580	ð„„
U+2D105	𭄅	184581	ð„…
U+2D106	𭄆	184582	ð„†
U+2D107	𭄇	184583	ð„‡
U+2D108	𭄈	184584	ð„ˆ
U+2D109	𭄉	184585	ð„‰
U+2D10A	𭄊	184586	ð„Š
U+2D10B	𭄋	184587	ð„‹
U+2D10C	𭄌	184588	ð„Œ
U+2D10D	𭄍	184589	ð„
U+2D10E	𭄎	184590	ð„Ž
U+2D10F	𭄏	184591	ð„
U+2D110	𭄐	184592	ð„
U+2D111	𭄑	184593	ð„‘
U+2D112	𭄒	184594	ð„’
U+2D113	𭄓	184595	ð„“
U+2D114	𭄔	184596	ð„”
U+2D115	𭄕	184597	ð„•
U+2D116	𭄖	184598	ð„–
U+2D117	𭄗	184599	ð„—
U+2D118	𭄘	184600	ð„˜
U+2D119	𭄙	184601	ð„™
U+2D11A	𭄚	184602	ð„š
U+2D11B	𭄛	184603	ð„›
U+2D11C	𭄜	184604	ð„œ
U+2D11D	𭄝	184605	ð„
U+2D11E	𭄞	184606	ð„ž
U+2D11F	𭄟	184607	ð„Ÿ
U+2D120	𭄠	184608	ð„
U+2D121	𭄡	184609	ð„¡
U+2D122	𭄢	184610	ð„¢
U+2D123	𭄣	184611	ð„£
U+2D124	𭄤	184612	ð„¤
U+2D125	𭄥	184613	ð„¥
U+2D126	𭄦	184614	ð„¦
U+2D127	𭄧	184615	ð„§
U+2D128	𭄨	184616	ð„¨
U+2D129	𭄩	184617	ð„©
U+2D12A	𭄪	184618	ð„ª
U+2D12B	𭄫	184619	ð„«
U+2D12C	𭄬	184620	ð„¬
U+2D12D	𭄭	184621	ð„
U+2D12E	𭄮	184622	ð„®
U+2D12F	𭄯	184623	ð„¯
U+2D130	𭄰	184624	ð„°
U+2D131	𭄱	184625	ð„±
U+2D132	𭄲	184626	ð„²
U+2D133	𭄳	184627	ð„³
U+2D134	𭄴	184628	ð„´
U+2D135	𭄵	184629	ð„µ
U+2D136	𭄶	184630	ð„¶
U+2D137	𭄷	184631	ð„·
U+2D138	𭄸	184632	ð„¸
U+2D139	𭄹	184633	ð„¹
U+2D13A	𭄺	184634	ð„º
U+2D13B	𭄻	184635	ð„»
U+2D13C	𭄼	184636	ð„¼
U+2D13D	𭄽	184637	ð„½
U+2D13E	𭄾	184638	ð„¾
U+2D13F	𭄿	184639	ð„¿
U+2D140	𭅀	184640	ð…€
U+2D141	𭅁	184641	ð…
U+2D142	𭅂	184642	ð…‚
U+2D143	𭅃	184643	ð…ƒ
U+2D144	𭅄	184644	ð…„
U+2D145	𭅅	184645	ð……
U+2D146	𭅆	184646	ð…†
U+2D147	𭅇	184647	ð…‡
U+2D148	𭅈	184648	ð…ˆ
U+2D149	𭅉	184649	ð…‰
U+2D14A	𭅊	184650	ð…Š
U+2D14B	𭅋	184651	ð…‹
U+2D14C	𭅌	184652	ð…Œ
U+2D14D	𭅍	184653	ð…
U+2D14E	𭅎	184654	ð…Ž
U+2D14F	𭅏	184655	ð…
U+2D150	𭅐	184656	ð…
U+2D151	𭅑	184657	ð…‘
U+2D152	𭅒	184658	ð…’
U+2D153	𭅓	184659	ð…“
U+2D154	𭅔	184660	ð…”
U+2D155	𭅕	184661	ð…•
U+2D156	𭅖	184662	ð…–
U+2D157	𭅗	184663	ð…—
U+2D158	𭅘	184664	ð…˜
U+2D159	𭅙	184665	ð…™
U+2D15A	𭅚	184666	ð…š
U+2D15B	𭅛	184667	ð…›
U+2D15C	𭅜	184668	ð…œ
U+2D15D	𭅝	184669	ð…
U+2D15E	𭅞	184670	ð…ž
U+2D15F	𭅟	184671	ð…Ÿ
U+2D160	𭅠	184672	ð…
U+2D161	𭅡	184673	ð…¡
U+2D162	𭅢	184674	ð…¢
U+2D163	𭅣	184675	ð…£
U+2D164	𭅤	184676	ð…¤
U+2D165	𭅥	184677	ð…¥
U+2D166	𭅦	184678	ð…¦
U+2D167	𭅧	184679	ð…§
U+2D168	𭅨	184680	ð…¨
U+2D169	𭅩	184681	ð…©
U+2D16A	𭅪	184682	ð…ª
U+2D16B	𭅫	184683	ð…«
U+2D16C	𭅬	184684	ð…¬
U+2D16D	𭅭	184685	ð…
U+2D16E	𭅮	184686	ð…®
U+2D16F	𭅯	184687	ð…¯
U+2D170	𭅰	184688	ð…°
U+2D171	𭅱	184689	ð…±
U+2D172	𭅲	184690	ð…²
U+2D173	𭅳	184691	ð…³
U+2D174	𭅴	184692	ð…´
U+2D175	𭅵	184693	ð…µ
U+2D176	𭅶	184694	ð…¶
U+2D177	𭅷	184695	ð…·
U+2D178	𭅸	184696	ð…¸
U+2D179	𭅹	184697	ð…¹
U+2D17A	𭅺	184698	ð…º
U+2D17B	𭅻	184699	ð…»
U+2D17C	𭅼	184700	ð…¼
U+2D17D	𭅽	184701	ð…½
U+2D17E	𭅾	184702	ð…¾
U+2D17F	𭅿	184703	ð…¿
U+2D180	𭆀	184704	ð†€
U+2D181	𭆁	184705	ð†
U+2D182	𭆂	184706	ð†‚
U+2D183	𭆃	184707	ð†ƒ
U+2D184	𭆄	184708	ð†„
U+2D185	𭆅	184709	ð†…
U+2D186	𭆆	184710	ð††
U+2D187	𭆇	184711	ð†‡
U+2D188	𭆈	184712	ð†ˆ
U+2D189	𭆉	184713	ð†‰
U+2D18A	𭆊	184714	ð†Š
U+2D18B	𭆋	184715	ð†‹
U+2D18C	𭆌	184716	ð†Œ
U+2D18D	𭆍	184717	ð†
U+2D18E	𭆎	184718	ð†Ž
U+2D18F	𭆏	184719	ð†
U+2D190	𭆐	184720	ð†
U+2D191	𭆑	184721	ð†‘
U+2D192	𭆒	184722	ð†’
U+2D193	𭆓	184723	ð†“
U+2D194	𭆔	184724	ð†”
U+2D195	𭆕	184725	ð†•
U+2D196	𭆖	184726	ð†–
U+2D197	𭆗	184727	ð†—
U+2D198	𭆘	184728	ð†˜
U+2D199	𭆙	184729	ð†™
U+2D19A	𭆚	184730	ð†š
U+2D19B	𭆛	184731	ð†›
U+2D19C	𭆜	184732	ð†œ
U+2D19D	𭆝	184733	ð†
U+2D19E	𭆞	184734	ð†ž
U+2D19F	𭆟	184735	ð†Ÿ
U+2D1A0	𭆠	184736	ð†
U+2D1A1	𭆡	184737	ð†¡
U+2D1A2	𭆢	184738	ð†¢
U+2D1A3	𭆣	184739	ð†£
U+2D1A4	𭆤	184740	ð†¤
U+2D1A5	𭆥	184741	ð†¥
U+2D1A6	𭆦	184742	ð†¦
U+2D1A7	𭆧	184743	ð†§
U+2D1A8	𭆨	184744	ð†¨
U+2D1A9	𭆩	184745	ð†©
U+2D1AA	𭆪	184746	ð†ª
U+2D1AB	𭆫	184747	ð†«
U+2D1AC	𭆬	184748	ð†¬
U+2D1AD	𭆭	184749	ð†
U+2D1AE	𭆮	184750	ð†®
U+2D1AF	𭆯	184751	ð†¯
U+2D1B0	𭆰	184752	ð†°
U+2D1B1	𭆱	184753	ð†±
U+2D1B2	𭆲	184754	ð†²
U+2D1B3	𭆳	184755	ð†³
U+2D1B4	𭆴	184756	ð†´
U+2D1B5	𭆵	184757	ð†µ
U+2D1B6	𭆶	184758	ð†¶
U+2D1B7	𭆷	184759	ð†·
U+2D1B8	𭆸	184760	ð†¸
U+2D1B9	𭆹	184761	ð†¹
U+2D1BA	𭆺	184762	ð†º
U+2D1BB	𭆻	184763	ð†»
U+2D1BC	𭆼	184764	ð†¼
U+2D1BD	𭆽	184765	ð†½
U+2D1BE	𭆾	184766	ð†¾
U+2D1BF	𭆿	184767	ð†¿
U+2D1C0	𭇀	184768	ð‡€
U+2D1C1	𭇁	184769	ð‡
U+2D1C2	𭇂	184770	ð‡‚
U+2D1C3	𭇃	184771	ð‡ƒ
U+2D1C4	𭇄	184772	ð‡„
U+2D1C5	𭇅	184773	ð‡…
U+2D1C6	𭇆	184774	ð‡†
U+2D1C7	𭇇	184775	ð‡‡
U+2D1C8	𭇈	184776	ð‡ˆ
U+2D1C9	𭇉	184777	ð‡‰
U+2D1CA	𭇊	184778	ð‡Š
U+2D1CB	𭇋	184779	ð‡‹
U+2D1CC	𭇌	184780	ð‡Œ
U+2D1CD	𭇍	184781	ð‡
U+2D1CE	𭇎	184782	ð‡Ž
U+2D1CF	𭇏	184783	ð‡
U+2D1D0	𭇐	184784	ð‡
U+2D1D1	𭇑	184785	ð‡‘
U+2D1D2	𭇒	184786	ð‡’
U+2D1D3	𭇓	184787	ð‡“
U+2D1D4	𭇔	184788	ð‡”
U+2D1D5	𭇕	184789	ð‡•
U+2D1D6	𭇖	184790	ð‡–
U+2D1D7	𭇗	184791	ð‡—
U+2D1D8	𭇘	184792	ð‡˜
U+2D1D9	𭇙	184793	ð‡™
U+2D1DA	𭇚	184794	ð‡š
U+2D1DB	𭇛	184795	ð‡›
U+2D1DC	𭇜	184796	ð‡œ
U+2D1DD	𭇝	184797	ð‡
U+2D1DE	𭇞	184798	ð‡ž
U+2D1DF	𭇟	184799	ð‡Ÿ
U+2D1E0	𭇠	184800	ð‡
U+2D1E1	𭇡	184801	ð‡¡
U+2D1E2	𭇢	184802	ð‡¢
U+2D1E3	𭇣	184803	ð‡£
U+2D1E4	𭇤	184804	ð‡¤
U+2D1E5	𭇥	184805	ð‡¥
U+2D1E6	𭇦	184806	ð‡¦
U+2D1E7	𭇧	184807	ð‡§
U+2D1E8	𭇨	184808	ð‡¨
U+2D1E9	𭇩	184809	ð‡©
U+2D1EA	𭇪	184810	ð‡ª
U+2D1EB	𭇫	184811	ð‡«
U+2D1EC	𭇬	184812	ð‡¬
U+2D1ED	𭇭	184813	ð‡
U+2D1EE	𭇮	184814	ð‡®
U+2D1EF	𭇯	184815	ð‡¯
U+2D1F0	𭇰	184816	ð‡°
U+2D1F1	𭇱	184817	ð‡±
U+2D1F2	𭇲	184818	ð‡²
U+2D1F3	𭇳	184819	ð‡³
U+2D1F4	𭇴	184820	ð‡´
U+2D1F5	𭇵	184821	ð‡µ
U+2D1F6	𭇶	184822	ð‡¶
U+2D1F7	𭇷	184823	ð‡·
U+2D1F8	𭇸	184824	ð‡¸
U+2D1F9	𭇹	184825	ð‡¹
U+2D1FA	𭇺	184826	ð‡º
U+2D1FB	𭇻	184827	ð‡»
U+2D1FC	𭇼	184828	ð‡¼
U+2D1FD	𭇽	184829	ð‡½
U+2D1FE	𭇾	184830	ð‡¾
U+2D1FF	𭇿	184831	ð‡¿


U+2D200	𭈀	184832	ðˆ€
U+2D201	𭈁	184833	ðˆ
U+2D202	𭈂	184834	ðˆ‚
U+2D203	𭈃	184835	ðˆƒ
U+2D204	𭈄	184836	ðˆ„
U+2D205	𭈅	184837	ðˆ…
U+2D206	𭈆	184838	ðˆ†
U+2D207	𭈇	184839	ðˆ‡
U+2D208	𭈈	184840	ðˆˆ
U+2D209	𭈉	184841	ðˆ‰
U+2D20A	𭈊	184842	ðˆŠ
U+2D20B	𭈋	184843	ðˆ‹
U+2D20C	𭈌	184844	ðˆŒ
U+2D20D	𭈍	184845	ðˆ
U+2D20E	𭈎	184846	ðˆŽ
U+2D20F	𭈏	184847	ðˆ
U+2D210	𭈐	184848	ðˆ
U+2D211	𭈑	184849	ðˆ‘
U+2D212	𭈒	184850	ðˆ’
U+2D213	𭈓	184851	ðˆ“
U+2D214	𭈔	184852	ðˆ”
U+2D215	𭈕	184853	ðˆ•
U+2D216	𭈖	184854	ðˆ–
U+2D217	𭈗	184855	ðˆ—
U+2D218	𭈘	184856	ðˆ˜
U+2D219	𭈙	184857	ðˆ™
U+2D21A	𭈚	184858	ðˆš
U+2D21B	𭈛	184859	ðˆ›
U+2D21C	𭈜	184860	ðˆœ
U+2D21D	𭈝	184861	ðˆ
U+2D21E	𭈞	184862	ðˆž
U+2D21F	𭈟	184863	ðˆŸ
U+2D220	𭈠	184864	ðˆ
U+2D221	𭈡	184865	ðˆ¡
U+2D222	𭈢	184866	ðˆ¢
U+2D223	𭈣	184867	ðˆ£
U+2D224	𭈤	184868	ðˆ¤
U+2D225	𭈥	184869	ðˆ¥
U+2D226	𭈦	184870	ðˆ¦
U+2D227	𭈧	184871	ðˆ§
U+2D228	𭈨	184872	ðˆ¨
U+2D229	𭈩	184873	ðˆ©
U+2D22A	𭈪	184874	ðˆª
U+2D22B	𭈫	184875	ðˆ«
U+2D22C	𭈬	184876	ðˆ¬
U+2D22D	𭈭	184877	ðˆ
U+2D22E	𭈮	184878	ðˆ®
U+2D22F	𭈯	184879	ðˆ¯
U+2D230	𭈰	184880	ðˆ°
U+2D231	𭈱	184881	ðˆ±
U+2D232	𭈲	184882	ðˆ²
U+2D233	𭈳	184883	ðˆ³
U+2D234	𭈴	184884	ðˆ´
U+2D235	𭈵	184885	ðˆµ
U+2D236	𭈶	184886	ðˆ¶
U+2D237	𭈷	184887	ðˆ·
U+2D238	𭈸	184888	ðˆ¸
U+2D239	𭈹	184889	ðˆ¹
U+2D23A	𭈺	184890	ðˆº
U+2D23B	𭈻	184891	ðˆ»
U+2D23C	𭈼	184892	ðˆ¼
U+2D23D	𭈽	184893	ðˆ½
U+2D23E	𭈾	184894	ðˆ¾
U+2D23F	𭈿	184895	ðˆ¿
U+2D240	𭉀	184896	ð‰€
U+2D241	𭉁	184897	ð‰
U+2D242	𭉂	184898	ð‰‚
U+2D243	𭉃	184899	ð‰ƒ
U+2D244	𭉄	184900	ð‰„
U+2D245	𭉅	184901	ð‰…
U+2D246	𭉆	184902	ð‰†
U+2D247	𭉇	184903	ð‰‡
U+2D248	𭉈	184904	ð‰ˆ
U+2D249	𭉉	184905	ð‰‰
U+2D24A	𭉊	184906	ð‰Š
U+2D24B	𭉋	184907	ð‰‹
U+2D24C	𭉌	184908	ð‰Œ
U+2D24D	𭉍	184909	ð‰
U+2D24E	𭉎	184910	ð‰Ž
U+2D24F	𭉏	184911	ð‰
U+2D250	𭉐	184912	ð‰
U+2D251	𭉑	184913	ð‰‘
U+2D252	𭉒	184914	ð‰’
U+2D253	𭉓	184915	ð‰“
U+2D254	𭉔	184916	ð‰”
U+2D255	𭉕	184917	ð‰•
U+2D256	𭉖	184918	ð‰–
U+2D257	𭉗	184919	ð‰—
U+2D258	𭉘	184920	ð‰˜
U+2D259	𭉙	184921	ð‰™
U+2D25A	𭉚	184922	ð‰š
U+2D25B	𭉛	184923	ð‰›
U+2D25C	𭉜	184924	ð‰œ
U+2D25D	𭉝	184925	ð‰
U+2D25E	𭉞	184926	ð‰ž
U+2D25F	𭉟	184927	ð‰Ÿ
U+2D260	𭉠	184928	ð‰
U+2D261	𭉡	184929	ð‰¡
U+2D262	𭉢	184930	ð‰¢
U+2D263	𭉣	184931	ð‰£
U+2D264	𭉤	184932	ð‰¤
U+2D265	𭉥	184933	ð‰¥
U+2D266	𭉦	184934	ð‰¦
U+2D267	𭉧	184935	ð‰§
U+2D268	𭉨	184936	ð‰¨
U+2D269	𭉩	184937	ð‰©
U+2D26A	𭉪	184938	ð‰ª
U+2D26B	𭉫	184939	ð‰«
U+2D26C	𭉬	184940	ð‰¬
U+2D26D	𭉭	184941	ð‰
U+2D26E	𭉮	184942	ð‰®
U+2D26F	𭉯	184943	ð‰¯
U+2D270	𭉰	184944	ð‰°
U+2D271	𭉱	184945	ð‰±
U+2D272	𭉲	184946	ð‰²
U+2D273	𭉳	184947	ð‰³
U+2D274	𭉴	184948	ð‰´
U+2D275	𭉵	184949	ð‰µ
U+2D276	𭉶	184950	ð‰¶
U+2D277	𭉷	184951	ð‰·
U+2D278	𭉸	184952	ð‰¸
U+2D279	𭉹	184953	ð‰¹
U+2D27A	𭉺	184954	ð‰º
U+2D27B	𭉻	184955	ð‰»
U+2D27C	𭉼	184956	ð‰¼
U+2D27D	𭉽	184957	ð‰½
U+2D27E	𭉾	184958	ð‰¾
U+2D27F	𭉿	184959	ð‰¿
U+2D280	𭊀	184960	ðŠ€
U+2D281	𭊁	184961	ðŠ
U+2D282	𭊂	184962	ðŠ‚
U+2D283	𭊃	184963	ðŠƒ
U+2D284	𭊄	184964	ðŠ„
U+2D285	𭊅	184965	ðŠ…
U+2D286	𭊆	184966	ðŠ†
U+2D287	𭊇	184967	ðŠ‡
U+2D288	𭊈	184968	ðŠˆ
U+2D289	𭊉	184969	ðŠ‰
U+2D28A	𭊊	184970	ðŠŠ
U+2D28B	𭊋	184971	ðŠ‹
U+2D28C	𭊌	184972	ðŠŒ
U+2D28D	𭊍	184973	ðŠ
U+2D28E	𭊎	184974	ðŠŽ
U+2D28F	𭊏	184975	ðŠ
U+2D290	𭊐	184976	ðŠ
U+2D291	𭊑	184977	ðŠ‘
U+2D292	𭊒	184978	ðŠ’
U+2D293	𭊓	184979	ðŠ“
U+2D294	𭊔	184980	ðŠ”
U+2D295	𭊕	184981	ðŠ•
U+2D296	𭊖	184982	ðŠ–
U+2D297	𭊗	184983	ðŠ—
U+2D298	𭊘	184984	ðŠ˜
U+2D299	𭊙	184985	ðŠ™
U+2D29A	𭊚	184986	ðŠš
U+2D29B	𭊛	184987	ðŠ›
U+2D29C	𭊜	184988	ðŠœ
U+2D29D	𭊝	184989	ðŠ
U+2D29E	𭊞	184990	ðŠž
U+2D29F	𭊟	184991	ðŠŸ
U+2D2A0	𭊠	184992	ðŠ
U+2D2A1	𭊡	184993	ðŠ¡
U+2D2A2	𭊢	184994	ðŠ¢
U+2D2A3	𭊣	184995	ðŠ£
U+2D2A4	𭊤	184996	ðŠ¤
U+2D2A5	𭊥	184997	ðŠ¥
U+2D2A6	𭊦	184998	ðŠ¦
U+2D2A7	𭊧	184999	ðŠ§
U+2D2A8	𭊨	185000	ðŠ¨
U+2D2A9	𭊩	185001	ðŠ©
U+2D2AA	𭊪	185002	ðŠª
U+2D2AB	𭊫	185003	ðŠ«
U+2D2AC	𭊬	185004	ðŠ¬
U+2D2AD	𭊭	185005	ðŠ
U+2D2AE	𭊮	185006	ðŠ®
U+2D2AF	𭊯	185007	ðŠ¯
U+2D2B0	𭊰	185008	ðŠ°
U+2D2B1	𭊱	185009	ðŠ±
U+2D2B2	𭊲	185010	ðŠ²
U+2D2B3	𭊳	185011	ðŠ³
U+2D2B4	𭊴	185012	ðŠ´
U+2D2B5	𭊵	185013	ðŠµ
U+2D2B6	𭊶	185014	ðŠ¶
U+2D2B7	𭊷	185015	ðŠ·
U+2D2B8	𭊸	185016	ðŠ¸
U+2D2B9	𭊹	185017	ðŠ¹
U+2D2BA	𭊺	185018	ðŠº
U+2D2BB	𭊻	185019	ðŠ»
U+2D2BC	𭊼	185020	ðŠ¼
U+2D2BD	𭊽	185021	ðŠ½
U+2D2BE	𭊾	185022	ðŠ¾
U+2D2BF	𭊿	185023	ðŠ¿
U+2D2C0	𭋀	185024	ð‹€
U+2D2C1	𭋁	185025	ð‹
U+2D2C2	𭋂	185026	ð‹‚
U+2D2C3	𭋃	185027	ð‹ƒ
U+2D2C4	𭋄	185028	ð‹„
U+2D2C5	𭋅	185029	ð‹…
U+2D2C6	𭋆	185030	ð‹†
U+2D2C7	𭋇	185031	ð‹‡
U+2D2C8	𭋈	185032	ð‹ˆ
U+2D2C9	𭋉	185033	ð‹‰
U+2D2CA	𭋊	185034	ð‹Š
U+2D2CB	𭋋	185035	ð‹‹
U+2D2CC	𭋌	185036	ð‹Œ
U+2D2CD	𭋍	185037	ð‹
U+2D2CE	𭋎	185038	ð‹Ž
U+2D2CF	𭋏	185039	ð‹
U+2D2D0	𭋐	185040	ð‹
U+2D2D1	𭋑	185041	ð‹‘
U+2D2D2	𭋒	185042	ð‹’
U+2D2D3	𭋓	185043	ð‹“
U+2D2D4	𭋔	185044	ð‹”
U+2D2D5	𭋕	185045	ð‹•
U+2D2D6	𭋖	185046	ð‹–
U+2D2D7	𭋗	185047	ð‹—
U+2D2D8	𭋘	185048	ð‹˜
U+2D2D9	𭋙	185049	ð‹™
U+2D2DA	𭋚	185050	ð‹š
U+2D2DB	𭋛	185051	ð‹›
U+2D2DC	𭋜	185052	ð‹œ
U+2D2DD	𭋝	185053	ð‹
U+2D2DE	𭋞	185054	ð‹ž
U+2D2DF	𭋟	185055	ð‹Ÿ
U+2D2E0	𭋠	185056	ð‹
U+2D2E1	𭋡	185057	ð‹¡
U+2D2E2	𭋢	185058	ð‹¢
U+2D2E3	𭋣	185059	ð‹£
U+2D2E4	𭋤	185060	ð‹¤
U+2D2E5	𭋥	185061	ð‹¥
U+2D2E6	𭋦	185062	ð‹¦
U+2D2E7	𭋧	185063	ð‹§
U+2D2E8	𭋨	185064	ð‹¨
U+2D2E9	𭋩	185065	ð‹©
U+2D2EA	𭋪	185066	ð‹ª
U+2D2EB	𭋫	185067	ð‹«
U+2D2EC	𭋬	185068	ð‹¬
U+2D2ED	𭋭	185069	ð‹
U+2D2EE	𭋮	185070	ð‹®
U+2D2EF	𭋯	185071	ð‹¯
U+2D2F0	𭋰	185072	ð‹°
U+2D2F1	𭋱	185073	ð‹±
U+2D2F2	𭋲	185074	ð‹²
U+2D2F3	𭋳	185075	ð‹³
U+2D2F4	𭋴	185076	ð‹´
U+2D2F5	𭋵	185077	ð‹µ
U+2D2F6	𭋶	185078	ð‹¶
U+2D2F7	𭋷	185079	ð‹·
U+2D2F8	𭋸	185080	ð‹¸
U+2D2F9	𭋹	185081	ð‹¹
U+2D2FA	𭋺	185082	ð‹º
U+2D2FB	𭋻	185083	ð‹»
U+2D2FC	𭋼	185084	ð‹¼
U+2D2FD	𭋽	185085	ð‹½
U+2D2FE	𭋾	185086	ð‹¾
U+2D2FF	𭋿	185087	ð‹¿


U+2D300	𭌀	185088	ðŒ€
U+2D301	𭌁	185089	ðŒ
U+2D302	𭌂	185090	ðŒ‚
U+2D303	𭌃	185091	ðŒƒ
U+2D304	𭌄	185092	ðŒ„
U+2D305	𭌅	185093	ðŒ…
U+2D306	𭌆	185094	ðŒ†
U+2D307	𭌇	185095	ðŒ‡
U+2D308	𭌈	185096	ðŒˆ
U+2D309	𭌉	185097	ðŒ‰
U+2D30A	𭌊	185098	ðŒŠ
U+2D30B	𭌋	185099	ðŒ‹
U+2D30C	𭌌	185100	ðŒŒ
U+2D30D	𭌍	185101	ðŒ
U+2D30E	𭌎	185102	ðŒŽ
U+2D30F	𭌏	185103	ðŒ
U+2D310	𭌐	185104	ðŒ
U+2D311	𭌑	185105	ðŒ‘
U+2D312	𭌒	185106	ðŒ’
U+2D313	𭌓	185107	ðŒ“
U+2D314	𭌔	185108	ðŒ”
U+2D315	𭌕	185109	ðŒ•
U+2D316	𭌖	185110	ðŒ–
U+2D317	𭌗	185111	ðŒ—
U+2D318	𭌘	185112	ðŒ˜
U+2D319	𭌙	185113	ðŒ™
U+2D31A	𭌚	185114	ðŒš
U+2D31B	𭌛	185115	ðŒ›
U+2D31C	𭌜	185116	ðŒœ
U+2D31D	𭌝	185117	ðŒ
U+2D31E	𭌞	185118	ðŒž
U+2D31F	𭌟	185119	ðŒŸ
U+2D320	𭌠	185120	ðŒ
U+2D321	𭌡	185121	ðŒ¡
U+2D322	𭌢	185122	ðŒ¢
U+2D323	𭌣	185123	ðŒ£
U+2D324	𭌤	185124	ðŒ¤
U+2D325	𭌥	185125	ðŒ¥
U+2D326	𭌦	185126	ðŒ¦
U+2D327	𭌧	185127	ðŒ§
U+2D328	𭌨	185128	ðŒ¨
U+2D329	𭌩	185129	ðŒ©
U+2D32A	𭌪	185130	ðŒª
U+2D32B	𭌫	185131	ðŒ«
U+2D32C	𭌬	185132	ðŒ¬
U+2D32D	𭌭	185133	ðŒ
U+2D32E	𭌮	185134	ðŒ®
U+2D32F	𭌯	185135	ðŒ¯
U+2D330	𭌰	185136	ðŒ°
U+2D331	𭌱	185137	ðŒ±
U+2D332	𭌲	185138	ðŒ²
U+2D333	𭌳	185139	ðŒ³
U+2D334	𭌴	185140	ðŒ´
U+2D335	𭌵	185141	ðŒµ
U+2D336	𭌶	185142	ðŒ¶
U+2D337	𭌷	185143	ðŒ·
U+2D338	𭌸	185144	ðŒ¸
U+2D339	𭌹	185145	ðŒ¹
U+2D33A	𭌺	185146	ðŒº
U+2D33B	𭌻	185147	ðŒ»
U+2D33C	𭌼	185148	ðŒ¼
U+2D33D	𭌽	185149	ðŒ½
U+2D33E	𭌾	185150	ðŒ¾
U+2D33F	𭌿	185151	ðŒ¿
U+2D340	𭍀	185152	ð€
U+2D341	𭍁	185153	ð
U+2D342	𭍂	185154	ð‚
U+2D343	𭍃	185155	ðƒ
U+2D344	𭍄	185156	ð„
U+2D345	𭍅	185157	ð…
U+2D346	𭍆	185158	ð†
U+2D347	𭍇	185159	ð‡
U+2D348	𭍈	185160	ðˆ
U+2D349	𭍉	185161	ð‰
U+2D34A	𭍊	185162	ðŠ
U+2D34B	𭍋	185163	ð‹
U+2D34C	𭍌	185164	ðŒ
U+2D34D	𭍍	185165	ð
U+2D34E	𭍎	185166	ðŽ
U+2D34F	𭍏	185167	ð
U+2D350	𭍐	185168	ð
U+2D351	𭍑	185169	ð‘
U+2D352	𭍒	185170	ð’
U+2D353	𭍓	185171	ð“
U+2D354	𭍔	185172	ð”
U+2D355	𭍕	185173	ð•
U+2D356	𭍖	185174	ð–
U+2D357	𭍗	185175	ð—
U+2D358	𭍘	185176	ð˜
U+2D359	𭍙	185177	ð™
U+2D35A	𭍚	185178	ðš
U+2D35B	𭍛	185179	ð›
U+2D35C	𭍜	185180	ðœ
U+2D35D	𭍝	185181	ð
U+2D35E	𭍞	185182	ðž
U+2D35F	𭍟	185183	ðŸ
U+2D360	𭍠	185184	ð
U+2D361	𭍡	185185	ð¡
U+2D362	𭍢	185186	ð¢
U+2D363	𭍣	185187	ð£
U+2D364	𭍤	185188	ð¤
U+2D365	𭍥	185189	ð¥
U+2D366	𭍦	185190	ð¦
U+2D367	𭍧	185191	ð§
U+2D368	𭍨	185192	ð¨
U+2D369	𭍩	185193	ð©
U+2D36A	𭍪	185194	ðª
U+2D36B	𭍫	185195	ð«
U+2D36C	𭍬	185196	ð¬
U+2D36D	𭍭	185197	ð
U+2D36E	𭍮	185198	ð®
U+2D36F	𭍯	185199	ð¯
U+2D370	𭍰	185200	ð°
U+2D371	𭍱	185201	ð±
U+2D372	𭍲	185202	ð²
U+2D373	𭍳	185203	ð³
U+2D374	𭍴	185204	ð´
U+2D375	𭍵	185205	ðµ
U+2D376	𭍶	185206	ð¶
U+2D377	𭍷	185207	ð·
U+2D378	𭍸	185208	ð¸
U+2D379	𭍹	185209	ð¹
U+2D37A	𭍺	185210	ðº
U+2D37B	𭍻	185211	ð»
U+2D37C	𭍼	185212	ð¼
U+2D37D	𭍽	185213	ð½
U+2D37E	𭍾	185214	ð¾
U+2D37F	𭍿	185215	ð¿
U+2D380	𭎀	185216	ðŽ€
U+2D381	𭎁	185217	ðŽ
U+2D382	𭎂	185218	ðŽ‚
U+2D383	𭎃	185219	ðŽƒ
U+2D384	𭎄	185220	ðŽ„
U+2D385	𭎅	185221	ðŽ…
U+2D386	𭎆	185222	ðŽ†
U+2D387	𭎇	185223	ðŽ‡
U+2D388	𭎈	185224	ðŽˆ
U+2D389	𭎉	185225	ðŽ‰
U+2D38A	𭎊	185226	ðŽŠ
U+2D38B	𭎋	185227	ðŽ‹
U+2D38C	𭎌	185228	ðŽŒ
U+2D38D	𭎍	185229	ðŽ
U+2D38E	𭎎	185230	ðŽŽ
U+2D38F	𭎏	185231	ðŽ
U+2D390	𭎐	185232	ðŽ
U+2D391	𭎑	185233	ðŽ‘
U+2D392	𭎒	185234	ðŽ’
U+2D393	𭎓	185235	ðŽ“
U+2D394	𭎔	185236	ðŽ”
U+2D395	𭎕	185237	ðŽ•
U+2D396	𭎖	185238	ðŽ–
U+2D397	𭎗	185239	ðŽ—
U+2D398	𭎘	185240	ðŽ˜
U+2D399	𭎙	185241	ðŽ™
U+2D39A	𭎚	185242	ðŽš
U+2D39B	𭎛	185243	ðŽ›
U+2D39C	𭎜	185244	ðŽœ
U+2D39D	𭎝	185245	ðŽ
U+2D39E	𭎞	185246	ðŽž
U+2D39F	𭎟	185247	ðŽŸ
U+2D3A0	𭎠	185248	ðŽ
U+2D3A1	𭎡	185249	ðŽ¡
U+2D3A2	𭎢	185250	ðŽ¢
U+2D3A3	𭎣	185251	ðŽ£
U+2D3A4	𭎤	185252	ðŽ¤
U+2D3A5	𭎥	185253	ðŽ¥
U+2D3A6	𭎦	185254	ðŽ¦
U+2D3A7	𭎧	185255	ðŽ§
U+2D3A8	𭎨	185256	ðŽ¨
U+2D3A9	𭎩	185257	ðŽ©
U+2D3AA	𭎪	185258	ðŽª
U+2D3AB	𭎫	185259	ðŽ«
U+2D3AC	𭎬	185260	ðŽ¬
U+2D3AD	𭎭	185261	ðŽ
U+2D3AE	𭎮	185262	ðŽ®
U+2D3AF	𭎯	185263	ðŽ¯
U+2D3B0	𭎰	185264	ðŽ°
U+2D3B1	𭎱	185265	ðŽ±
U+2D3B2	𭎲	185266	ðŽ²
U+2D3B3	𭎳	185267	ðŽ³
U+2D3B4	𭎴	185268	ðŽ´
U+2D3B5	𭎵	185269	ðŽµ
U+2D3B6	𭎶	185270	ðŽ¶
U+2D3B7	𭎷	185271	ðŽ·
U+2D3B8	𭎸	185272	ðŽ¸
U+2D3B9	𭎹	185273	ðŽ¹
U+2D3BA	𭎺	185274	ðŽº
U+2D3BB	𭎻	185275	ðŽ»
U+2D3BC	𭎼	185276	ðŽ¼
U+2D3BD	𭎽	185277	ðŽ½
U+2D3BE	𭎾	185278	ðŽ¾
U+2D3BF	𭎿	185279	ðŽ¿
U+2D3C0	𭏀	185280	ð€
U+2D3C1	𭏁	185281	ð
U+2D3C2	𭏂	185282	ð‚
U+2D3C3	𭏃	185283	ðƒ
U+2D3C4	𭏄	185284	ð„
U+2D3C5	𭏅	185285	ð…
U+2D3C6	𭏆	185286	ð†
U+2D3C7	𭏇	185287	ð‡
U+2D3C8	𭏈	185288	ðˆ
U+2D3C9	𭏉	185289	ð‰
U+2D3CA	𭏊	185290	ðŠ
U+2D3CB	𭏋	185291	ð‹
U+2D3CC	𭏌	185292	ðŒ
U+2D3CD	𭏍	185293	ð
U+2D3CE	𭏎	185294	ðŽ
U+2D3CF	𭏏	185295	ð
U+2D3D0	𭏐	185296	ð
U+2D3D1	𭏑	185297	ð‘
U+2D3D2	𭏒	185298	ð’
U+2D3D3	𭏓	185299	ð“
U+2D3D4	𭏔	185300	ð”
U+2D3D5	𭏕	185301	ð•
U+2D3D6	𭏖	185302	ð–
U+2D3D7	𭏗	185303	ð—
U+2D3D8	𭏘	185304	ð˜
U+2D3D9	𭏙	185305	ð™
U+2D3DA	𭏚	185306	ðš
U+2D3DB	𭏛	185307	ð›
U+2D3DC	𭏜	185308	ðœ
U+2D3DD	𭏝	185309	ð
U+2D3DE	𭏞	185310	ðž
U+2D3DF	𭏟	185311	ðŸ
U+2D3E0	𭏠	185312	ð
U+2D3E1	𭏡	185313	ð¡
U+2D3E2	𭏢	185314	ð¢
U+2D3E3	𭏣	185315	ð£
U+2D3E4	𭏤	185316	ð¤
U+2D3E5	𭏥	185317	ð¥
U+2D3E6	𭏦	185318	ð¦
U+2D3E7	𭏧	185319	ð§
U+2D3E8	𭏨	185320	ð¨
U+2D3E9	𭏩	185321	ð©
U+2D3EA	𭏪	185322	ðª
U+2D3EB	𭏫	185323	ð«
U+2D3EC	𭏬	185324	ð¬
U+2D3ED	𭏭	185325	ð
U+2D3EE	𭏮	185326	ð®
U+2D3EF	𭏯	185327	ð¯
U+2D3F0	𭏰	185328	ð°
U+2D3F1	𭏱	185329	ð±
U+2D3F2	𭏲	185330	ð²
U+2D3F3	𭏳	185331	ð³
U+2D3F4	𭏴	185332	ð´
U+2D3F5	𭏵	185333	ðµ
U+2D3F6	𭏶	185334	ð¶
U+2D3F7	𭏷	185335	ð·
U+2D3F8	𭏸	185336	ð¸
U+2D3F9	𭏹	185337	ð¹
U+2D3FA	𭏺	185338	ðº
U+2D3FB	𭏻	185339	ð»
U+2D3FC	𭏼	185340	ð¼
U+2D3FD	𭏽	185341	ð½
U+2D3FE	𭏾	185342	ð¾
U+2D3FF	𭏿	185343	ð¿